data:image/png;base64,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Hitbox

horizontal0vertical0diagonalV1P

.125-200130

location

0-25

111rep listCCCCPPPPCCCCCPPPPPCCCCCCPPPPPPCCCCCCCPPPPPPP

tgets the objects from each diagonalcommt

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==

column0

player 1's turn

Draw201,11,21,31,41,51,61,72,12,22,32,42,52,62,73,13,23,33,43,53,63,74,14,24,34,44,54,64,75,15,25,35,45,55,65,76,16,26,36,46,56,66,701,11,21,31,41,51,61,72,12,22,32,42,52,62,73,13,23,33,43,53,63,74,14,24,34,44,54,64,75,15,25,35,45,55,65,76,16,26,36,46,56,66,7true